@keyframes rwdcur3403 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGxElEQVRYhe2WzW9cVxnGf+fMmTt37LE9dmzHxm7iOCFN2jSVqJJSIYEEGzZIFUSA6JIVYoGy6JYNf0Y3CFiAkCpaqVUlQEIC1KhRnTRO4zZNbefD9vgj0/HM3I8595zzshhXStPWqSOWfaSrezf3fZ/znPfjUTwGFPBX4tlpXT0/G0UvOTDv2vy1f4f02u9xyz2kW4CVrxCr9DjJ/0x8ZEJXXzgWVS7G6PMR6uhoqfRkJ0hSl+CWkU4AH8D93wm8QXV2QlfPHY8qFyuop6rG1MtaxwSpTWlzvCfSGZXQvYl84qEIEPaLpw+SXAFbiDlkyt/zqJqiFPUKbF7gNKVIULWTpej5HqoeowYMROoRMc0BCWiLsOTyt+fM4Gwm5SgK8bgH09FZvkOxs+B7twBTAqNAK9CyjwoHugIF8nd8XhXr8HVbDlNDSqbjTEbye4GNhZBeuyLJe1cJHyVIK0e6Hor9ivGRBPTeyRWI9L+5h3LTnFLjPDM6yKmRgqneGmb1Op3FG3RutvGNhNC0SC4QlAKl0Er1YzyIL70CBfyTsdlNvOkBv2K34cAFCC1UN+F0M+P8douptse5hFqzzVYjYb2RYFs9yIMiXP0ts402OrXoX7zCVuGxPuCC7KOABv036k/Uy+bcfBT9PFGBoSDuPuISlA/ocJQXh8qcOZowfWSHmlrDbq6qjZV1fXcjUbb94uHC/+7XjE+M8Nyxb/BS7ohmRggLd8hEkCAEAfkcAQ28Sv2J0bL59ly5fNGgT0ZSnkZG7IQ8rc7yw+o8F4bWOTO1HR0+uRHX5+5WTbxS73VWT7R37393N49/mpnZ7yejpyfk9JERLgxWOH9omHNJTvdQFbe0QScILgjuM1eggLcYnR0ol87Plcu/qYh6SlGKMlWO5mUyjPH00ZTz2yvM2e1KvX5rfPi0q8VTYdCY3swh1z57LPizt8frk1tpBaMLa4/bgjMmcEInhBdO88ukR80HzJ8ucS0I4WECOjbMPlE2L1VEPRWXSnXrlI1CPD7K2KlBpuotptpNJly1Wou7h+Op5kw86ce8liPDUXimPlA+Xps1A2Wr0cZmjBdWTfpERYNCpGyYO3eKH63vslWtcMd6cvOQ/LorYhxiZG9ICWgPxiORJ8SewgUKSyWLw5Q2xUmlw5jX1AtDVETiicUp41HaBxUHUebTyg+CLhxxr2A4MgwYTfS5Lnjf+512Yd94zlSOeC/zWpWijsryNXaaLW7fSRhqNkjydnV4wM2MOeZrEYPBiN3cYa2xHtrtnbzm844okyuVBy11jdQ7Cflmi+Y/rnJ9uUH703yfK8L/UmTjQYUOkh4ulY5lIsWmuK0rkl17X7qLH7H94araWFmdb+5+8p28UjzZqTHUsLRW1rj5/gfy4eqSuttcqayma9Mt352XMB5Z4m5C8vo7XFpYYfHKHW4kPTYzy+5nFBAIBWL/SHbrgpOBgJgnS9HzV0Lv1jXxSyvsru5yt5GqSt46NjNZzB8bL00Nz4qXOGzv7kjr3m3e27yZpkmrKSHc+qY0luYJpWnShWXuLN5mZfEet5Ie61mPlnXYhwngwGZI91Xy6yWn3GVnr6KUuYZbz3CtBNvKyWzp2dxMHN5Oo1pkg1Mmr/m8U8u6vTRrsZvtrPWcffO+NGfAXl7iRgjEl1fYSnq0OhlbqaXr/EMEoL81CrAJ0v4L2fUKaqAkGA8uh24P8h8julNJGQgtbXzJeK9122PWvda7vRDWeoX1aejmIvqVf3GjWqZmNMYHXF6QZpbUOmyQLxnFAYKFPCCuh+QapQPiHLigCD97mal0kDlv/fEi9+M+qDjTKm+McWT5aRpvXpJmLqK9w6YeZwtyrTAihIdH8ZfuAukr4Tw4EL0nDldfZtbU+VY0wE8Kx5nCqskgmKBDPZ9m+MMWYcZhX/kPN1KP86H/9LucEB7aRo/0A+GBl1bQ6KCfPcoPjOasCZzwCZH0o9fbEXF5mvTyjb7stiB/4LRf6AkO5Iigv9U+WuddcTidEEYSFdUTFZGAs/DuMneCJzYaoxXmUTkOZkgU8tp17MwAIenRnaxxwngZtJn4xn2ar7/DpYWPWXx7lZtpTjMvSF3Y3x0fiMBeIFm4R3YowqWWZHCIsftd2m8tcHnhYxbfW2Opm7GR9PoEfNjflB7IEwL4gMsK0j9c5gMfMOsttnqO4eUN2lfvsZpY1js5W1k/+SNt+aNM6xdCK3RkiAYiatWIemQYALCONLO0Ukt3r8/3Pf1jE9gjgSkRRSUiUyICcB5rPdb5/pD5KnhsAp/+rPtms7+6hbBntb7G1/jK+B/MaOlgtz1DGwAAAABJRU5ErkJggg==) 16 12, auto;}
}
div.testarea{
animation:rwdcur3403 1.3333333333333s linear infinite forwards;
}
